A water discharge of 8 m3 s is to flow through this horizontal pipe, which is 1 m in diameter. If the head loss is given as (V is velocity in the pipe), how much power will have to be supplied to the flow by the pump to produce this discharge? Assume  1.0 at all locations

The turbine at C draws a power P kW. If the intake B has a diameter of de mm. The pressure dg(mm) dĄ(mm) at the intake B is Ps kPa and the velocity of the water (density = 1kg/L) at that point is v (m/s). The frictional losses between A and B are At neglected, and the exit A has a diameter of da B1 mm. Consider the data in the table to M = last two digits of your student ID P (kW) = 0.5M + 68.5 da(mm) = M + 150 dp (mm) %3D М + 400 PB (kPa) = M + 380 v (m/s) = 0.1M + 4 a- Calculate the velocity at the exit A b- Calculate the discharge at the exit A c- Calculate the turbine head d- Calculate the pressure at A m=13

Water is pumped through a 750ft long inch nominal diameter sch 40 pipe. The difference in height between the outlet and inlet planes is given as 50 ft. Pump efficiency is 80% and the power of the motor is 20 horsepower. Friction losses are given as 50 ft-lbt / lbm. Calculate the flow rate in the pipeline.